|
![]() |
Finance > Geometric Mean Return
The following information is about Geometric Mean Return.
Geometric Mean Return Defined
Also called the time-weighted rate of return, a measure of the compound rate of growth of the initial portfolio market value during the evaluation period, assuming that all cash distributions are reinvested in the portfolio. It is computed by taking the geometric average of the portfolio subperiod returns.
This definition is in context to Finance. See more contextual defintions for Geometric Mean Return.
Robert Peston
Published October 5, 2008, 12:08 am, BBC News
Are you looking for additional Finance > Geometric Mean Return news? Try our new "Geometric Mean Return News Focus" area.
Social bookmarks are not available at the moment.
If you would like to find additional social bookmark based links on the topic of we recommend the Open Tag Directory > Geometric Mean Return. If you would like to find related tags we recommend Tag Patterns > Geometric Mean Return
Off-site Geometric Mean Return Research Links
If you still need additional information on Geometric Mean Return then we suggest the following off-site resources. Please note, because these resources are off-site we cannot guarantee the accuracy or quality of any information.
- A9 > Geometric Mean Return
- Alexa > Geometric Mean Return
- DMOZ > Geometric Mean Return
- Feeds Filtered > Geometric Mean Return
- Google > Geometric Mean Return
- News Meme > Geometric Mean Return
- Nuah: News > Geometric Mean Return
- The Feed Directory > Geometric Mean Return
- OBP > Geometric Mean Return
- Open Tag Directory > Geometric Mean Return
- Podzy > Geometric Mean Return
- Yahoo > Geometric Mean Return
Finance Topics
Everything you need to know about Finance
Finance
If you know the Finance Term Name use the links below to quickly jump to your desired focus.
Bookmark Us
The On Topic Network
This website is part of The On Topic Network.
Thank You
Finance.On-Topic.net was developed by Odin Metatech, Inc and runs on the Odin Assemble platform.
Best Viewed With
License
This work is licensed under Creative Commons.
